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Enhanced Quasi-Maximum Likelihood Decoding Based on 2D Modified Min-Sum Algorithm for 5G LDPC Codes
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DOI：10.1109/TCOMM.2020.3015213.png)
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Abstract
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We propose a two-dimensional modified min-sum algorithm for the LDPC codes in the fifth generation (5G) networks standard to approach the error performance of the sum-product algorithm (SPA). In the proposed decoding algorithm, we adopt a partial self-correction method followed by message amplification to improve the reliability of the variable-to-check (V2C) messages. To further approach the performance of the maximum likelihood decoding for 5G short LDPC codes, we propose an enhanced quasi-maximum likelihood (EQML) decoding method. The proposed decoding method performs multiple rounds of decoding tests once the first decoding attempt fails, where the decoder inputs of the selected unreliable variable nodes are modified in each decoding test. A novel node selection method based on the sign fluctuation of V2C messages is proposed for the EQML decoding method. We also present a partial pruning stopping (PPS) rule to reduce the decoding complexity by deactivating part of the decoding tests once a valid codeword is found. A lower bound on the error performance is also derived by using the semi-analytical method. Simulation results show that the EQML decoding method outperforms the SPA with the same decoding complexity and other QML decoding methods, and it approaches the Polyanskiy-Poor-Verdu bound within 0.4 dB.
Keywords:
Maximum likelihood decoding
5G mobile communication
Complexity theory
Iterative decoding
Reliability
LDPC codes
iterative decoding
short block lengths
low code rates
decoding complexity
node selection
reprocessing
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